I urge caution with anything Tipler writes. In looking at this paper it is 
clearly long, but at least not mathematically dense. I am not sure what he 
means in the abstract by saying the CMBR is SU(2)_L.

If you want to look at ideas that connect mathematics and number theory to 
physics I would consider the Langlands program. Also the partition of 
integers by Brunier and Ono, how many ways can the integer N be derived by 
the addition of smaller integers, leads to mock Ramanjuan forms and ways 
that quantum states may be integrated in partition functions or path 
integrals. I think the fundamental set of quantum state have some Godel 
number relationship with the zeros of the Riemann zeta function.


On Friday, December 28, 2018 at 11:16:09 AM UTC-6, Jason wrote:
> Frank Tipler wrote this 2005 paper, I am curious if others are familiar 
> with it, and what your thoughts on it are:
> https://www.semanticscholar.org/paper/The-structure-of-the-world-from-pure-numbers-Tipler/3adcc70233813349ef6ee9779799780d813556e7
> I found it to be quite interesting. He claims that the dream of quantum 
> gravity eliminating infinities from the standard model cannot succeed, and 
> also that the entropy of the initial conditions of the universe was zero.
> Jason

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